Add to ORKGLocal compaciness and simple extensions of discrete spaces.Herrlich, H.; Kannan, V. y Rajagopalan K., Markanda10 pág.Nivel analíticosemestra
G. Gruenhage gave a characterization of paracompactness of locally compact spaces in terms of game t...
A continuum is a compact connected Hausdorff space. A continuum is decomposable if it can be represe...
A continuum is a compact connected Hausdorff space. A continuum is decomposable if it can be represe...
Local compaciness and simple extensions of discrete spaces.Herrlich, H.; Kannan, V. y Rajagopalan K....
Hereditarily locally compact spaces are characterized as those locally compact spaces which are simp...
Hereditarily locally compact separable spaces.Kannan, V. y Rajagopalan K., Markanda13 pág.Nivel anal...
AbstractVarious local connectedness and compactness properties of topological spaces are characteriz...
AbstractWe construct two examples the first of which is a Lindelöf, separable and strongly zero- dim...
AbstractExpandability-type properties, which are more general than both normality and countable para...
A space $Y$ is called an {\em extension} of a space $X$ if $Y$ contains $X$ as a dense subspace. An ...
A space $Y$ is called an {\em extension} of a space $X$ if $Y$ contains $X$ as a dense subspace. An ...
A space $Y$ is called an {\em extension} of a space $X$ if $Y$ contains $X$ as a dense subspace. An ...
Acesso restrito: Texto completo. p. 358-368.We show that separable, locally compact spaces with prop...
AbstractFor paracompact nearness spaces, we prove a generalization of the classical theorem of Micha...
Summary. This article is a continuation of [6]. We define a neighbourhood of a point and a neighbour...
G. Gruenhage gave a characterization of paracompactness of locally compact spaces in terms of game t...
A continuum is a compact connected Hausdorff space. A continuum is decomposable if it can be represe...
A continuum is a compact connected Hausdorff space. A continuum is decomposable if it can be represe...
Local compaciness and simple extensions of discrete spaces.Herrlich, H.; Kannan, V. y Rajagopalan K....
Hereditarily locally compact spaces are characterized as those locally compact spaces which are simp...
Hereditarily locally compact separable spaces.Kannan, V. y Rajagopalan K., Markanda13 pág.Nivel anal...
AbstractVarious local connectedness and compactness properties of topological spaces are characteriz...
AbstractWe construct two examples the first of which is a Lindelöf, separable and strongly zero- dim...
AbstractExpandability-type properties, which are more general than both normality and countable para...
A space $Y$ is called an {\em extension} of a space $X$ if $Y$ contains $X$ as a dense subspace. An ...
A space $Y$ is called an {\em extension} of a space $X$ if $Y$ contains $X$ as a dense subspace. An ...
A space $Y$ is called an {\em extension} of a space $X$ if $Y$ contains $X$ as a dense subspace. An ...
Acesso restrito: Texto completo. p. 358-368.We show that separable, locally compact spaces with prop...
AbstractFor paracompact nearness spaces, we prove a generalization of the classical theorem of Micha...
Summary. This article is a continuation of [6]. We define a neighbourhood of a point and a neighbour...
G. Gruenhage gave a characterization of paracompactness of locally compact spaces in terms of game t...
A continuum is a compact connected Hausdorff space. A continuum is decomposable if it can be represe...
A continuum is a compact connected Hausdorff space. A continuum is decomposable if it can be represe...